{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "#导入相应库\n",
    "import tensorflow.compat.v1 as tf \n",
    "from IPython.display import Image\n",
    "#tf.disable_eager_execution()  #关闭eager运算\n",
    "#tf.disable_v2_behavior()    #禁用TensorFlow 2.x行为\n",
    "import numpy as np\n",
    "from tensorflow import keras\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WARNING:tensorflow:From D:\\Anaconda\\envs\\tf2\\lib\\site-packages\\tensorflow_core\\python\\compat\\v2_compat.py:65: disable_resource_variables (from tensorflow.python.ops.variable_scope) is deprecated and will be removed in a future version.\n",
      "Instructions for updating:\n",
      "non-resource variables are not supported in the long term\n"
     ]
    }
   ],
   "source": [
    "tf.disable_v2_behavior()\n",
    "#清除default_graph和不断增加的节点\n",
    "tf.reset_default_graph()\n",
    "\n",
    "#路径\n",
    "logdir=\"D:/log\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 区间变换,[0,100]化为[-1,1]\n",
    "def Convert(data,Min,Max,size):\n",
    "    # data：需要变换的数据或矩阵\n",
    "    # Min：最小值        \n",
    "    # Max：最大值\n",
    "    #size:样本个数\n",
    "    data = np.array(data)\n",
    "    Size = size\n",
    "    w = -2/(Min - Max)\n",
    "    b = (Min + Max)/(Min - Max)\n",
    "    for i in range(Size):\n",
    "        data[i] = data[i]*w + b\n",
    "    return data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "#生成500个在0到100之间等差数\n",
    "x_data=np.linspace(0,100,500)\n",
    "x_data=Convert(x_data,0,100,500)#数据归一化\n",
    "np.random.seed(5)  #设置随机数种子\n",
    "#增设噪音,最大幅度0.4\n",
    "y_data= 3.1234*x_data+2.98+np.random.randn(*x_data.shape) *0.4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x176888b3048>]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#分别画出数据散点图和所需的目标函数\n",
    "plt.scatter(x_data,y_data)\n",
    "plt.plot(x_data,2.98+3.1234*x_data,'r',linewidth=3.5)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "#定义数据的占位符,x为特征值，y为标签值\n",
    "x = tf.placeholder(\"float\", name = \"x\")\n",
    "y = tf.placeholder(\"float\",name =\"y\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "#构造回归模型（实现预测计算）\n",
    "def model(x,w,b):\n",
    "    return tf.multiply(x,w)+b\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "#创建待优化变量\n",
    "#w为斜率，b为截距\n",
    "#构建线性函数的斜率，变量w\n",
    "w = tf.Variable(1.0,name=\"w0\")\n",
    "#构建线性函数的截距，变量b\n",
    "b = tf.Variable(0.0,name=\"b0\")\n",
    "#pred是预测值，前向计算\n",
    "pred = model(x,w,b)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "#定义均方差损失函数\n",
    "def loss(x,y,w,b):\n",
    "    err=model(x,w,b)-y\n",
    "    squared_err=tf.square(err)#求平方，得出方差\n",
    "    return tf.reduce_mean(squared_err)#求均方差\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "#训练模型\n",
    "#设置训练超参数\n",
    "train_epochs=10  #10轮训练\n",
    "learning_rate=0.0001  #学习率\n",
    "step = 0\n",
    "display_step = 20   #显示的步数\n",
    "loss_list = []   #初始化空列表，用于保存损失值\n",
    "\n",
    "#采用均方差作为损失函数\n",
    "loss_function = tf.reduce_mean(tf.square(y-pred))\n",
    "\n",
    "#梯度下降优化器\n",
    "optimizer = tf.train.GradientDescentOptimizer(learning_rate).minimize(loss_function)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "#声明回话\n",
    "sess = tf.Session()\n",
    "\n",
    "#变量初始化\n",
    "init = tf.global_variables_initializer()\n",
    "sess.run(init)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Train Epoch:1  Step:20  loss:1.611653924\n",
      "Train Epoch:1  Step:40  loss:3.236391306\n",
      "Train Epoch:1  Step:60  loss:1.921330571\n",
      "Train Epoch:1  Step:80  loss:1.965031028\n",
      "Train Epoch:1  Step:100  loss:3.466061115\n",
      "Train Epoch:1  Step:120  loss:3.303235054\n",
      "Train Epoch:1  Step:140  loss:6.618517876\n",
      "Train Epoch:1  Step:160  loss:4.685081959\n",
      "Train Epoch:1  Step:180  loss:3.949376583\n",
      "Train Epoch:1  Step:200  loss:7.414556503\n",
      "Train Epoch:1  Step:220  loss:4.868532181\n",
      "Train Epoch:1  Step:240  loss:5.237471581\n",
      "Train Epoch:1  Step:260  loss:8.697170258\n",
      "Train Epoch:1  Step:280  loss:7.911894321\n",
      "Train Epoch:1  Step:300  loss:9.499566078\n",
      "Train Epoch:1  Step:320  loss:10.367527962\n",
      "Train Epoch:1  Step:340  loss:10.688569069\n",
      "Train Epoch:1  Step:360  loss:12.416735649\n",
      "Train Epoch:1  Step:380  loss:12.285176277\n",
      "Train Epoch:1  Step:400  loss:20.342725754\n",
      "Train Epoch:1  Step:420  loss:13.865956306\n",
      "Train Epoch:1  Step:440  loss:17.740264893\n",
      "Train Epoch:1  Step:460  loss:19.106615067\n",
      "Train Epoch:1  Step:480  loss:20.735267639\n",
      "Train Epoch:1  Step:500  loss:25.623104095\n",
      "Train Epoch:2  Step:520  loss:1.091408849\n",
      "Train Epoch:2  Step:540  loss:2.466300011\n",
      "Train Epoch:2  Step:560  loss:1.330937624\n",
      "Train Epoch:2  Step:580  loss:1.357889652\n",
      "Train Epoch:2  Step:600  loss:2.627776384\n",
      "Train Epoch:2  Step:620  loss:2.472710371\n",
      "Train Epoch:2  Step:640  loss:5.397496223\n",
      "Train Epoch:2  Step:660  loss:3.650473595\n",
      "Train Epoch:2  Step:680  loss:2.988973141\n",
      "Train Epoch:2  Step:700  loss:6.051221371\n",
      "Train Epoch:2  Step:720  loss:3.758912563\n",
      "Train Epoch:2  Step:740  loss:4.065134048\n",
      "Train Epoch:2  Step:760  loss:7.140214443\n",
      "Train Epoch:2  Step:780  loss:6.407050133\n",
      "Train Epoch:2  Step:800  loss:7.817492008\n",
      "Train Epoch:2  Step:820  loss:8.580294609\n",
      "Train Epoch:2  Step:840  loss:8.846411705\n",
      "Train Epoch:2  Step:860  loss:10.396875381\n",
      "Train Epoch:2  Step:880  loss:10.250072479\n",
      "Train Epoch:2  Step:900  loss:17.664255142\n",
      "Train Epoch:2  Step:920  loss:11.645419121\n",
      "Train Epoch:2  Step:940  loss:15.188334465\n",
      "Train Epoch:2  Step:960  loss:16.427860260\n",
      "Train Epoch:2  Step:980  loss:17.915010452\n",
      "Train Epoch:2  Step:1000  loss:22.450906754\n",
      "Train Epoch:3  Step:1020  loss:0.714814186\n",
      "Train Epoch:3  Step:1040  loss:1.869874239\n",
      "Train Epoch:3  Step:1060  loss:0.896311522\n",
      "Train Epoch:3  Step:1080  loss:0.910727501\n",
      "Train Epoch:3  Step:1100  loss:1.976618528\n",
      "Train Epoch:3  Step:1120  loss:1.830907464\n",
      "Train Epoch:3  Step:1140  loss:4.408031940\n",
      "Train Epoch:3  Step:1160  loss:2.830745220\n",
      "Train Epoch:3  Step:1180  loss:2.238752842\n",
      "Train Epoch:3  Step:1200  loss:4.940758228\n",
      "Train Epoch:3  Step:1220  loss:2.880147457\n",
      "Train Epoch:3  Step:1240  loss:3.132776737\n",
      "Train Epoch:3  Step:1260  loss:5.862756729\n",
      "Train Epoch:3  Step:1280  loss:5.179651737\n",
      "Train Epoch:3  Step:1300  loss:6.432153225\n",
      "Train Epoch:3  Step:1320  loss:7.102196693\n",
      "Train Epoch:3  Step:1340  loss:7.321090698\n",
      "Train Epoch:3  Step:1360  loss:8.712347984\n",
      "Train Epoch:3  Step:1380  loss:8.554153442\n",
      "Train Epoch:3  Step:1400  loss:15.383218765\n",
      "Train Epoch:3  Step:1420  loss:9.784771919\n",
      "Train Epoch:3  Step:1440  loss:13.026447296\n",
      "Train Epoch:3  Step:1460  loss:14.151356697\n",
      "Train Epoch:3  Step:1480  loss:15.509982109\n",
      "Train Epoch:3  Step:1500  loss:19.723722458\n",
      "Train Epoch:4  Step:1520  loss:0.447859198\n",
      "Train Epoch:4  Step:1540  loss:1.409928083\n",
      "Train Epoch:4  Step:1560  loss:0.581867993\n",
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#开始进行迭代训练\n",
    "for epoch in range(train_epochs):\n",
    "    for xs,ys in zip(x_data,y_data):\n",
    "        _,loss = sess.run([optimizer,loss_function],feed_dict = {x:xs , y:ys})\n",
    "        loss_list.append(loss)     #将损失函数值增加到列表末端\n",
    "        step += 1     #步长加1\n",
    "        if step % display_step == 0:\n",
    "            print(\"Train Epoch:{0:d}  Step:{1:d}  loss:{2:.9f}\".format(epoch+1,step,loss))\n",
    "            \n",
    "    b0temp = b.eval(session = sess)\n",
    "    w0temp = w.eval(session = sess)\n",
    "    plt.plot(x_data,w0temp*x_data +b0temp)    #画预测图\n",
    "    \n",
    "print(\"w:\",sess.run(w))\n",
    "print(\"b:\",sess.run(b))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "预测值：11.047523499\n",
      "目标值：21.064486000\n"
     ]
    }
   ],
   "source": [
    "#通过训练出的模型预测 x=5.79 时 y 的值\n",
    "x_test = 5.79\n",
    "\n",
    "predict = sess.run(pred,feed_dict={x:x_test})\n",
    "print(\"预测值：{:.9f}\".format(predict))\n",
    "\n",
    "target = 3.1234 * x_test + 2.98 \n",
    "print(\"目标值：{:.9f}\".format(target))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "#生成一个写日志的writer,并将当前的tensorflow计算图写入日志\n",
    "writer = tf.summary.FileWriter(logdir,tf.get_default_graph())\n",
    "writer.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 20,
     "metadata": {
      "image/png": {
       "height": 600,
       "width": 600
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#备注:此处路径不能直接用windows自带的'\\'，而应当是'\\\\'\n",
    "Image(filename = 'D:\\\\Anaconda\\\\document\\\\prompt_xpc.png', width=600, height=600) #prompt命令图"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 19,
     "metadata": {
      "image/png": {
       "height": 600,
       "width": 600
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Image(filename = 'D:\\\\Anaconda\\\\document\\\\result_xpc.png', width=600, height=600)   #tensorboard可视化结果图"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
